To earn full marks, you must justify your solution. Include the following as needed: Show diagram, Define variables, State formula, theorem, equation or function used, Show substitutions and or steps in solving an equation, State restrictions, State concluding statement, Use correct notation. No marks are given if your solution includes: e or In, differentiation, integration PART A: THE FUNCTIONS | /5 Thinking] Build as few logarithmic functions as possible to satisfy each constraint at least once. A. Is always increasing E. Has an X-intercept at -1 Never enters quadrant II F. Only in quadrants II and III Vertical asymptote at x = 0 Always decreasing D Vertical asymptote at x - -3 H. Has a negative y-intercept List all of your functions below and number them. Be sure to state which constraints they meet, and justify your choice. Function Constraints Met Justification (algebraic and/or in words) PART B: DISCUSSION QUESTIONS